This work presents a rigorous setting of integral equations on fractal wire antennas. The proposed approach is based on the extension of Iterated Function System theory to obtain a parametric representation of fractal curves with respect to a normalised curvilinear abscissa, and to define the tangential properties on almost everywhere nondifferentiable curves.

Baccarelli, P., & Galli, A. (2002). Towards a theory of electrodynamics on fractals: representation of fractal curves and electromagnetic integral equations in fractal domains. In Proceedings 2002 URSI General Assembly.

Towards a theory of electrodynamics on fractals: representation of fractal curves and electromagnetic integral equations in fractal domains

BACCARELLI, PAOLO;GALLI, ALESSANDRO
2002

Abstract

This work presents a rigorous setting of integral equations on fractal wire antennas. The proposed approach is based on the extension of Iterated Function System theory to obtain a parametric representation of fractal curves with respect to a normalised curvilinear abscissa, and to define the tangential properties on almost everywhere nondifferentiable curves.
Baccarelli, P., & Galli, A. (2002). Towards a theory of electrodynamics on fractals: representation of fractal curves and electromagnetic integral equations in fractal domains. In Proceedings 2002 URSI General Assembly.
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/11590/327861
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